4.13 The results of a 'Slip Test' for determining direct-axis (X,) and quadrature-axis (X) reactances of a star-connected, salient-pole alternator are given below: Phase values: Vay = 108 V; Vmin Imax = 12 A, In = 10 A. Hence the two reactances 96 V, %3D max will be (a) X, = 10.8 ohms and X = 8 ohms (b) X = 9 ohms and X,= 9.6 ohms %3D (e) (c) X, = 9.6 ohms and X = 9 ohms (d) X= 8 ohms and X = 10.8 ohms %3D %3D
4.13 The results of a 'Slip Test' for determining direct-axis (X,) and quadrature-axis (X) reactances of a star-connected, salient-pole alternator are given below: Phase values: Vay = 108 V; Vmin Imax = 12 A, In = 10 A. Hence the two reactances 96 V, %3D max will be (a) X, = 10.8 ohms and X = 8 ohms (b) X = 9 ohms and X,= 9.6 ohms %3D (e) (c) X, = 9.6 ohms and X = 9 ohms (d) X= 8 ohms and X = 10.8 ohms %3D %3D
Introductory Circuit Analysis (13th Edition)
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Publisher:Robert L. Boylestad
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Question
![4.13 The results of a 'Slip Test' for determining
direct-axis (X,) and quadrature-axis (X)
reactances of a star-connected, salient-pole
alternator are given below:
Phase values: Vnax
96 V,
= 108 V; Vmin
Imax = 12 A, Iin = 10 A. Hence the two reactances
%3D
max
%3D
will be
(a) X = 10.8 ohms and X, = 8 ohms
(b) X = 9 ohms and X,= 9.6 ohms
(c) X = 9.6 ohms and X, = 9 ohms
(d) X= 8 ohms and X,
%3D
b.
%3D
%3D
b.
= 10.8 ohms
b.
%3D
%3D](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F050fb176-7fd9-47d9-814d-272abc0ea2e9%2F8ec59c72-315d-4f60-9d5e-0ff9e319f4d4%2F07y7ytb_processed.jpeg&w=3840&q=75)
Transcribed Image Text:4.13 The results of a 'Slip Test' for determining
direct-axis (X,) and quadrature-axis (X)
reactances of a star-connected, salient-pole
alternator are given below:
Phase values: Vnax
96 V,
= 108 V; Vmin
Imax = 12 A, Iin = 10 A. Hence the two reactances
%3D
max
%3D
will be
(a) X = 10.8 ohms and X, = 8 ohms
(b) X = 9 ohms and X,= 9.6 ohms
(c) X = 9.6 ohms and X, = 9 ohms
(d) X= 8 ohms and X,
%3D
b.
%3D
%3D
b.
= 10.8 ohms
b.
%3D
%3D
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